Question Solve the system of equations Solve using the substitution method Solve using the elimination method Solve using the Gauss-Jordan method Load more (x,y)=(6,4) Evaluate {x+y=10x−y=2Solve the equation for x {x=10−yx−y=2Substitute the given value of x into the equation x−y=2 10−y−y=2Subtract the terms More Steps Evaluate 10−y−ySubtract the terms More Steps Evaluate −y−yCollect like terms by calculating the sum or difference of their coefficients (−1−1)ySubtract the numbers −2y 10−2y 10−2y=2Move the constant to the right-hand side and change its sign −2y=2−10Subtract the numbers −2y=−8Change the signs on both sides of the equation 2y=8Divide both sides 22y=28Divide the numbers y=28Divide the numbers More Steps Evaluate 28Reduce the numbers 14Calculate 4 y=4Substitute the given value of y into the equation x=10−y x=10−4Calculate x=6Calculate {x=6y=4Check the solution More Steps Check the solution {6+4=106−4=2Simplify {10=102=2Evaluate true {x=6y=4Solution (x,y)=(6,4) Show Solution Graph